A Compact Polarization-Independent Wavelength Duplexer Using a

A Compact Polarization-Independent Wavelength Duplexer
Using a Polarization-Diversity SOI Photonic Wire Circuit
Wim Bogaerts1, Dirk Taillaert1, Pieter Dumon1, Elroy Pluk2, Dries Van Thourhout1, Roel Baets1
1
Ghent University - Interuniversity Microelectronics Center (IMEC), Department of Information Technology
Sint-Pietersniewstraat 41, 9000 Gent, Belgium
[email protected]
2
Genexis B.V., Lodewijkstraat 1a, 5652 AC Eindhoven, The Netherlands
Abstract: We present a wavelength duplexer in silicon-on-insulator photonic wires. We made a
polarization-diversity circuit using fiber grating couplers with polarization splitter and a
bidirectional AWG, resulting in a polarization dependent loss of only 0.66dB.
©2006 Optical Society of America
OCIS codes: (130.0130) Integrated Optics; (130.1750) Components; (230.3120) Integrated Optics Devices
1. Introduction
Silicon-on-insulator nanophotonic waveguides promise a dramatic reduction in size for photonic integrated circuits
[1]. This could lead to both larger-scale integration and inexpensive components. These are a requirement for the
wide deployment of optical access networks. While a number of photonic building blocks, based on low-loss
nanophotonic waveguides, have already been demonstrated using commercial fabrication tools [1], there are still a
number of obstacles for the widespread adoption of this technology. Because of their high index contrast and
wavelength-scale dimensions, photonic wires are inherently polarization dependent, so circuits can only be designed
for a single polarization. On the other hand, in most optical fiber links the polarization is an unknown and changing
quantity. A solution is using a polarization-diversity scheme, where the polarization in the fiber is split into two
orthogonal polarizations which are processed independently in separate circuits [2]. This way, polarizationindependent operation can be achieved.
We demonstrate a polarization-diversity approach which is based on a compact fiber coupler grating with
integrated polarization splitter [3]. As an application, we implemented a wavelength duplexer for a low-cost fiber
access network using a very compact arrayed waveguide grating (AWG).
2. Wavelength duplexer
Many of today’s fiber-to-the-home (FTTH) systems employ 2 different wavelengths for upstream and downstream
traffic. Typically, these wavelengths are in widely separated around 1310nm and 1550nm. However, there is an
emerging trend towards a wavelength division multiplexer (WDM) approach over a passive optical network (PON),
where multiple wavelengths for multiple subscribers can be used over the same fiber. An important aspect of this
approach is that while the subscribers use different wavelengths, they all use the same transceiver module, which
therefore should be wavelength-independent for all upstream and all downstream wavelengths. To realize this, often
reflective modulation is used (e.g. by a reflective SOA like in Fig.1) on a downstream-travelling CW carrier. In this
case, all wavelength allocation can be done in the central office [4][5]. One possible choice for upstream and
downstream wavelengths is to group them in two wider wavelength bands. In this work, we used two 350GHz
bands, each containing 8 x 50GHz channels, with a band separation of 150GHz.
downstream
upstream
350GHz
xer
duple
r
e fibe
-mod
single
am ?
upstre
?
stream
down
50GHz
150GHz
CW
lated
modu
detector
RSOA
wavelength
Fig. 1. Principle of duplexer-based fiber access end-point. The downstream and upstream operate each on one 50GHz-spaced
ITU channel within a 350GHz band. By using a reflective approach, the channel can be selected at the central office.
For this purpose, we designed a wavelength duplexer using an arrayed waveguide grating. Photonic wires in
silicon-on-insulator make it possible to implement very compact wavelength-selective functions. The main
challenge in this design is the definition of two broad wavelength bands with a fairly small channel spacing. We
solve this by using two AWG channels for each wavelength band. The resulting AWG contains 48 arrayed
waveguides and requires a footprint of 600µm × 350µm (Fig 3). The AWG was designed with a nominal channel
spacing of 275GHz, and a free spectral range of 3.85THz. 48 arrayed waveguides were used. However, the input and
4 output ports were customized to meet the design requirements of 2 × 350GHz bands.
To increase coupling efficiency in the star couplers of the AWG, a two-step etch process was used, where the
interface between access waveguides and slab region has a lower index contrast to reduce reflections.
3. Polarization-Diversity with Grating Fiber Couplers
The main challenge of using photonic wires is to maintain polarization independence when interfacing to the fiber.
Fiber couplers gratings, as now often used for SOI nanophotonic circuits, typically work for a single fiber
polarization. However, by using a 2-D periodic grating, both fiber polarizations can be coupled to the TE-mode of
their own waveguides [3]. This way, the grating coupler also functions as a polarization splitter, making a
polarization diversity approach possible by processing both fiber polarizations in their own circuit. And as both fiber
polarizations are coupled to the TE-mode of the waveguide, these circuits can be designed identical, obviating the
need for polarization conversion.
To ensure polarization independence when using this approach, both circuits should function identical. For
wavelength-selective functions this requires very accurate fabrication technology. Typically, to assure a 50GHzaccuracy (0.4nm) in channel positioning, the dimensions of the waveguide should be controlled to within 1nm or
better. While we used advanced CMOS processing for the fabrication, the reproducibility and uniformity is
insufficient to guarantee this accuracy. This could be solved with active tuning mechanisms, but this would
dramatically increase the complexity of the device.
An elegant solution to this problem is by propagating both fiber polarizations through the same circuit. In an
AWG, the critical element that controls the channel spacing is the array of delay lines. We designed our AWG such
that both polarizations could use the same set of delay lines by propagating in opposite directions. This principle is
shown in Fig. 2. The two orthogonal fiber polarizations are indicated with P1 and P2. For the first demonstration of
the duplexer, we have not added the detector and RSOA, but directed the output to similar 2-D fiber couplers, where
the outputs are combined into orthogonal fiber polarizations.
P2
P2
P2
P1
P1
P2
P1
input
grating
P1
P1
P1
P1
AWG
P2
P2
downstream
band
upstream
band
Fig. 2. Principle of a polarization independent duplexer using a polarization splitting grating coupler and bidirectional propagation through
an AWG. Both fiber polarization travel through the same set of grating arms in opposite direction. At the output the polarizations can be
recombines using the same type of 2-D grating coupler.
4. Fabrication and Results
The duplexer was fabricated with CMOS-compatible processes on commercial 200mm silicon-on-insulator wafers
with a 220nm silicon top layer and 2µm oxide. Patterning was done with 248nm Deep UV lithography [1]. The
etching was done in two steps. First, a shallow etch of 70nm is used for the AWG star couplers and the 2-D fiber
couplers. Next, the waveguides are defined using a deep etch through the SOI core. The device is shown in Fig. 3.
We characterized the device using a broadband LED and an optical spectrum analyser. Both are connected to
standard single-mode fiber which is compatible with the 2-D grating couplers. Fig. 4a shows the transmission of a
reference waveguide connecting two 2-D fiber coupler gratings. The loss for a single fiber-to-chip coupling has a
Gaussian wavelength dependence, with an optimal efficiency of 21% (-6.7dB), and a 3dB bandwidth of 60nm.
Fig. 4b shows the output of the four AWG channels normalized to the reference waveguide. In the final device,
the four AWG output channels will be combined in pairs into the two 350GHz wavelength bands indicated in Fig.
4b. Nonuniformity within these combined wavelength bands is 3.4dB, with an insertion loss between -2.2dB and 5.6dB. Crosstalk between the bands is as low as -15dB. While the shape and size of the transmission bands matches
the design values, their absolute positioning is not well controlled. This would require tuning of the circuit.
100µm
AWG
ref
in
out 1a 1b
2a 2b
ref
Fig. 3. SEM of fabricated duplexer. The outermost fiber couplers are directly connected and are used for as alignment and reference. The AWG
has a 600 × 350µm2 footprint. The two outputs for each wavelength band are not grouped but characterised individually.
0
-5
350GHz
150GHz
-6
-6.7dB
-13.25
-5
-13.50
-8
-9
60nm
-10
λ = λ1
λ1
-10
downstream
1a 1b
2a
2b
power [dBm]
-7
normalized transmission [dB]
transmission of single fiber coupler [dB]
-13.00
350GHz
upstream
-15
-13.75
0.66dB
-14.00
-14.25
-14.50
-20
-11
no polarization
rotation
-14.75
-12
1510
1530
(a)
1550
wavelength
1570
-25
1545
(b)
random polarization
rotation
-15.00
1550
1555
wavelength
1560
0
1565
(c)
10
20
30
40
50
time [s]
Fig. 4. Measurements. (a) transmission spectrum of a single 2-D grating coupler. (b) Transmission of the 2 duplexer
output pairs indicated in Fig. 3 normalized to the transmission of the grating couplers.
To measure polarization dependence, we observed the output power while randomly varying the input
polarization. Fig. 3c shows the power fluctuation over time with and without polarization rotation. The wavelength
was kept constant near the peak of port 2a. For stabilization of input and output fiber, index-matching fluid was
applied, which also enhanced the transmission. We measured a polarization dependent loss (PDL) of only 0.66 dB.
5. Conclusion
We have demonstrated a compact, polarization-independent wavelength duplexer in silicon-on-insulator photonic
wire waveguides. Using a compact 2-D diffraction grating, we can couple to standard single-mode fiber while at the
same time split the unknown fiber polarization into two separate circuits. To ensure polarization independent
behaviour, we propagate both polarizations through an arrayed waveguide grating in opposite direction.
Measurements show well-defined bands for upstream and downstream wavelength, with crosstalk of -15dB, and a
polarization dependent loss of 0.66dB.
Acknowledgements
This work was partly supported by the European Union through the IST-PICMOS project, the IST-ePIXnet Network
of Excellence and the Silicon Photonics Platform, and partly supported by the Belgian IAP-PHOTON project.
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